{ "cells": [ { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "# Mesh composition" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Here we show the basics of mesh composition using `sigmaepsilon.mesh`. To see the details of the commands and their parameters, see the API Reference." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## A minimal example" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "At the minimum, you need points and topology to describe a mesh." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "\n", "coords = np.array([\n", " [0, 0, 0],\n", " [1, 0, 0],\n", " [1, 1, 0],\n", " [0, 1, 0],\n", "], dtype=float)\n", "\n", "topology = np.array([\n", " [0, 1, 2],\n", " [0, 2, 3],\n", "], dtype=int)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Then you define a data object for the points" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "from sigmaepsilon.mesh import PointData\n", "\n", "pd = PointData(coords=coords)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "and one for the cells. For now we go with 3-noded triangles:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from sigmaepsilon.mesh.cells import T3 as CellData\n", "\n", "cd = CellData(topo=topology)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "If you have data objects for both points and cells, you can define a mesh." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "from sigmaepsilon.mesh import PolyData\n", "\n", "mesh = PolyData(pd, cd)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Make a plot to see what we got (more about plotting in a subsequent chapter)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mesh.plot(notebook=True, jupyter_backend=\"static\", theme=\"document\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Joining and splitting meshes" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "One of the strong sides of the library is the composition of complex meshes. The following block shows how to define a mesh consisting of different types of cells, all referencing the same point data:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from sigmaepsilon.mesh import PointData, PolyData\n", "from sigmaepsilon.mesh.cells import T3, Q4, L2\n", "import numpy as np\n", "\n", "coords = np.array([\n", " [0, 0, 0],\n", " [1, 0, 0],\n", " [1, 1, 0],\n", " [0, 1, 0],\n", " [2, 0, 0],\n", " [3, 0, 0],\n", " [3, 1, 0],\n", " [2, 1, 0],\n", "], dtype=float)\n", "\n", "topology_T3 = np.array([\n", " [0, 1, 2],\n", " [0, 2, 3],\n", "], dtype=int)\n", "\n", "topology_Q4 = np.array([\n", " [4, 5, 6, 7],\n", "], dtype=int)\n", "\n", "topology_L2 = np.array([\n", " [1, 7],\n", " [2, 4]\n", "], dtype=int)\n", "\n", "pd = PointData(coords=coords)\n", "cd_T3 = T3(topo=topology_T3)\n", "cd_Q4 = Q4(topo=topology_Q4)\n", "cd_L2 = L2(topo=topology_L2)\n", "\n", "mesh = PolyData(pd)\n", "mesh[\"triangles\"] = PolyData(cd_T3)\n", "mesh[\"quads\"] = PolyData(cd_Q4)\n", "mesh[\"lines\"] = PolyData(cd_L2)\n", "\n", "mesh.plot(notebook=True, jupyter_backend=\"static\", theme=\"document\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "A `sigmaepsilon.mesh` object can consist of block each having their own point data:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from sigmaepsilon.mesh import PointData, PolyData\n", "from sigmaepsilon.mesh.cells import T3, Q4, L2\n", "import numpy as np\n", "\n", "coords_T3 = np.array([\n", " [0, 0, 0],\n", " [1, 0, 0],\n", " [1, 1, 0],\n", " [0, 1, 0],\n", "], dtype=float)\n", "\n", "topology_T3 = np.array([\n", " [0, 1, 2],\n", " [0, 2, 3],\n", "], dtype=int)\n", "\n", "coords_Q4 = np.array([\n", " [2, 0, 0],\n", " [3, 0, 0],\n", " [3, 1, 0],\n", " [2, 1, 0],\n", "], dtype=float)\n", "\n", "topology_Q4 = np.array([\n", " [0, 1, 2, 3],\n", "], dtype=int)\n", "\n", "coords_L2 = np.array([\n", " [1, 0, 0],\n", " [2, 1, 0],\n", " [1, 1, 0],\n", " [2, 0, 0],\n", "], dtype=float)\n", "\n", "topology_L2 = np.array([\n", " [0, 1],\n", " [2, 3]\n", "], dtype=int)\n", "\n", "pd_T3 = PointData(coords=coords_T3)\n", "cd_T3 = T3(topo=topology_T3)\n", "\n", "pd_Q4 = PointData(coords=coords_Q4)\n", "cd_Q4 = Q4(topo=topology_Q4)\n", "\n", "pd_L2 = PointData(coords=coords_L2)\n", "cd_L2 = L2(topo=topology_L2)\n", "\n", "mesh = PolyData()\n", "mesh[\"triangles\"] = PolyData(pd_T3, cd_T3)\n", "mesh[\"quads\"] = PolyData(pd_Q4, cd_Q4)\n", "mesh[\"lines\"] = PolyData(pd_L2, cd_L2)\n", "\n", "mesh.plot(notebook=True, jupyter_backend=\"static\", theme=\"document\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "If you want to merge all the different point clouds into one, you can use the ``to_standard_form`` function of the root object. To see the effect, lets print out the topology of the mesh prior and after the operation:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
[[0, 1, 2],\n",
       " [0, 2, 3],\n",
       " [0, 1, 2, 3],\n",
       " [0, 1],\n",
       " [2, 3]]\n",
       "---------------------\n",
       "type: 5 * var * int32
" ], "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh.topology()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "PolyData({'triangles': PolyData({}), 'quads': PolyData({}), 'lines': PolyData({})})" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh.to_standard_form()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
[[0, 1, 2],\n",
       " [0, 2, 3],\n",
       " [4, 5, 6, 7],\n",
       " [8, 9],\n",
       " [10, 11]]\n",
       "---------------------\n",
       "type: 5 * var * int32
" ], "text/plain": [ "" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh.topology()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
[{_nodes: [0, 1, 2], _id: 0},\n",
       " {_nodes: [0, 2, 3], _id: 1}]\n",
       "-----------------------------\n",
       "type: 2 * {\n",
       "    _nodes: 3 * int32,\n",
       "    _id: int32\n",
       "}
" ], "text/plain": [ "" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh[\"triangles\"].cd" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "A mesh can also be splitted using the `detach` method of a block. The option `nummrg=True` causes a zero based continuous node numbering of the detached mesh." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "PolyData({'frame': Array([[1., 0., 0.],\n", " [0., 1., 0.],\n", " [0., 0., 1.]])})" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mesh[\"quads\"].detach(nummrg=True)" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Nested layouts" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "A mesh can have an arbitrary number of nested levels. In the next block the same mesh is defined twice. The two definitions differ in their layout, but are the same in terms of points, topology and related data." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mesh = PolyData()\n", "mesh[\"triangles\"] = PolyData(pd_T3, cd_T3)\n", "mesh[\"quads\"] = PolyData(pd_Q4, cd_Q4)\n", "mesh[\"lines\"] = PolyData(pd_L2, cd_L2)\n", "\n", "mesh = PolyData()\n", "mesh[\"2d\", \"triangles\"] = PolyData(pd_T3, cd_T3)\n", "mesh[\"2d\", \"quads\"] = PolyData(pd_Q4, cd_Q4)\n", "mesh[\"lines\"] = PolyData(pd_L2, cd_L2)\n", "\n", "mesh.plot(notebook=True, jupyter_backend=\"static\", theme=\"document\")" ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "Everything below a certain level behaves like a `PolyData` instance:" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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", 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